PID Controller Design Based on Hcontrol for Multivariable Processes
Zhiqi Hu, Xu Yang, Yujun He, Wen Tan
Abstract
Zhiqi Hu, Xu Yang, Yujun He, Wen Tan
Abstract
PID controller design for multivariable processes is studied in this paper based on loop-shaping Hcontrol. In order to implement the complex Hcontroller, We propose a method to reduce it to a multivariable PID controller, and give a method to choose the pre-compensator which determines the performance of the closed-loop system. The main contribution of the design method is that the PID parameters can be obtained using one design parameter λ which reflects the trade-off between stability robustness and time domain performance of the closed-loop system. Simulation shows that the designed multivariable PID controller have good robust stability and performance.
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PID controller design for multivariable processes is studied in this paper based on loop-shaping Hcontrol. In order to implement the complex Hcontroller, We propose a method to reduce it to a multivariable PID controller, and give a method to choose the pre-compensator which determines the performance of the closed-loop system. The main contribution of the design method is that the PID parameters can be obtained using one design parameter λ which reflects the trade-off between stability robustness and time domain performance of the closed-loop system. Simulation shows that the designed multivariable PID controller have good robust stability and performance.
Key concepts: Multivariable calculus, PID controller, Control theory (sociology), Robustness (evolution), Control engineering, Stability (learning theory), Closed loop, Engineering